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Hutchinson, J.W., Jensen, H.M., " Models of Fiber Debonding and Pullout in Brittle Composites with Friction". Mechanics of Materials, 9, 139-163 (1990).
The results may guide the definition of models and the selection of the size of representative volume elements in sequential multiscale models of fiber networks.
The three main models of fiber internal structure, reviewed in [8] predict discriminant variations of those two dimensions with respect to a change of nucleosomal repeat length (NRL): The solenoidal model [9] predicts no variation of the two dimensional parameters with the NRL.
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Fiber geometry is needed to inform finite element models of fiber-based tissue engineering scaffolds; however, the accuracy and utility of these models may be limited if they are informed by non-hydrated geometries.
Poggiolini, P. et al. The GN model of fiber non-linear propagation and its applications.
The paper addresses the problem of modeling of fiber reinforced composites with imperfect bonding between the matrix and the inhomogeneities.
A random walk coefficient (RWC) prediction model is developed using a radiation-induced attenuation model of fiber and a RWC expression.
Recently, a new model of fiber architecture of the linea alba has been described consisting of an oblique fiber layer of intermingling oblique fibers, a transverse fiber layer containing mainly transverse fibril bundles, and a variable, small irregular fiber layer.
A physical meaning to the phenomenological law is proposed via a simple model of fiber rupture in single-fiber-reinforced composite.
The goal of this paper is to give a deep understanding of some topics which are still unclear in the micro modeling of fiber kinking.
In this article, we review the experimental research and modeling of fiber reinforced polymer composite materials subjected to variable amplitude fatigue.
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